Density Altitude Formula:
From: | To: |
Definition: Density altitude is pressure altitude corrected for non-standard temperature, representing the altitude at which the air density would be equal to standard atmosphere conditions.
Purpose: It's a critical factor in aviation as it affects aircraft performance, including lift, engine power, and propeller efficiency.
The calculator uses the formula:
Where:
Explanation: The formula adjusts pressure altitude by accounting for temperature deviations from standard atmospheric conditions.
Details: Higher density altitude reduces aircraft performance, requiring longer takeoff distances, reduced climb rates, and lower engine power output.
Tips: Enter pressure altitude in feet, actual temperature in °C, and ISA temperature (default 15°C at sea level). For higher altitudes, adjust T_ISA (-2°C per 1000 ft).
Q1: How do I find pressure altitude?
A: Set your altimeter to 29.92" Hg (1013.25 hPa) and read the indicated altitude.
Q2: Why is 120 used in the formula?
A: It's an approximation factor that converts temperature difference to altitude effect (120 ft/°C).
Q3: What's ISA temperature at altitude?
A: Standard temperature decreases by about 2°C per 1000 ft (15°C at sea level - 2°C × altitude in thousands of ft).
Q4: How does density altitude affect aircraft?
A: Higher density altitude means thinner air, reducing engine power, lift, and overall performance.
Q5: What's considered a high density altitude?
A: Generally above 5000 ft is significant, with 8000+ ft requiring careful performance planning.